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models that not above the third degree in a non-orthogonal basis of discrete exponential functions

-continual formulations of the problem are given, some actual aspects of construction of normalized basis functions of a B

basis functions of a B-spline are considered, the corresponding local constructions for an arbitrary

basis functions of a B-spline are considered, the corresponding local constructions for an arbitrary

In this paper we propose a cutting method to solve a conditional minimization problem of a discrete

that depends on a function of four real variables F (x, y; v, w). The function F is assumed to satisfy certain

the problem posed, a discrete-stochastic version of the method of Lyapunov functions is used with a

of the listed properties, the utility function enables equilibrium in discrete economy models, including economy

In this paper we propose a cutting method to solve a conditional minimization problem of a discrete

We obtain asymptotic expansions of the spatially discrete 2D heat kernels, or Green's functions

Страница 2 из 31084